Company Filing History:
1 out of 833,002 Years Active: 1988
Title: France Bessette: Innovator in Mathematical Characterization
Introduction
France Bessette is a notable inventor based in Magog, CA. She has made significant contributions to the field of mathematical characterization, particularly in the reconstruction of waveforms. Her innovative approach has implications in various applications, including medical technology.
Latest Patents
France Bessette holds a patent for a "Method and apparatus for mathematical characterization of the input waveform." This invention involves selecting strategic points on an input waveform and using an interpolation method, known as the spline function, to reconstruct the original waveform with high fidelity. One of the key applications of this apparatus is in the reconstruction of an electrocardiographic trace.
Career Highlights
Throughout her career, France has demonstrated a commitment to advancing technology through her inventive work. Her patent showcases her ability to merge mathematical concepts with practical applications, particularly in the medical field.
Collaborations
France has collaborated with notable individuals in her field, including Gerard Lachiver and Wolf D Seufert. These partnerships have likely contributed to the development and refinement of her innovative ideas.
Conclusion
France Bessette is a pioneering inventor whose work in mathematical characterization has the potential to impact various fields, especially in healthcare. Her contributions exemplify the importance of innovation in technology and its applications.